0
  1. Trang chủ >
  2. Kỹ Thuật - Công Nghệ >
  3. Hóa học - Dầu khí >

Giáo trình truyền hình số - Chương 4 docx

Giáo trình truyền hình số - Chương 4 docx

Giáo trình truyền hình số - Chương 4 docx

... chức chương trình, sắp xếp các chỉ số nhận diện chương trình, tương ứng trên mỗi dòng truyền tải của chúng; quá trình nhận diện chương trình dựa vào các chỉ số trong bảng như đã miêu tả. Một chương ... các chương trình và các dòng gói sơ cấp thành phần. Thông tin đặc tả chương trình PSI bao gồm 4 loại bảng sau:  Bảng ánh xạ chương trình (PMT – Program Map Table).  Bảng tổ chức chương trình ... MPEG. Một số thuật ngữ và các nguyên lý cơ bản của lớp hệ thống MPEG được trình bày dưới đây (như ở hình 3.13):  Chương trình (program): Theo ngôn ngữ phát thanh truyền hình, chương trình thường...
  • 23
  • 540
  • 5
Giáo trình truyền hình số - Chương 3 docx

Giáo trình truyền hình số - Chương 3 docx

... 347 05 = 45 ,4 dB 3 .10 8  Gmax = 45 ,4 dB EIRPsat = 45 ,4 +20 = 65 ,4 dBw   = 65 ,4 - 10lg (4 3, 14 (36106)2 = 65 ,4 –10 (lg 16277+12 lg10) = 65 ,4 – 10 (4, 21 +12) = 65 ,4 – 162,1 = - ... 10lg 47 238 = 46 ,7 [dB] u Suy hao do khoảng cách : LFS = 10 lg 4 R 2 = 10lg 4 36106 14 10 9 2 u 3108 = 10lg 44 5 24 .10 14 =10[lg 44 5 24 + 14lg10] = 10[6, 64 + 14] ... (CCIR 601) 8,0 64 Mbps Truyền hình có tỉ lệ khuôn hình 16 : 9 5,760 Mbps Chương trình thể thao trực tiếp 4, 608 Mbps Chương trình phim/quảng bá 3 ,45 6 Mbps Chương trình phim pay-per-view 3,152...
  • 28
  • 361
  • 1
Giáo trình truyền hình số - Chương 6 ppt

Giáo trình truyền hình số - Chương 6 ppt

... 1 P’ = -1 0 Q’= -2 0 PHẦN TỬ CÂN BẰNG (Parity) A + B + C + D + P = 0 A + 2B + 3C + 4D + Q = 0 P = -1 0 Q = -2 0 HỘI CHỨNG (Syndrome) S0 = A’ + B’ + C’ + D’ + P’ = -2 S1 ... = A’ + 2B’ + 3C’ + 4D’ + Q’ = -2 S0 = S1 = -2 = a PHÁT HIỆN LỖI (Erroor Detection) A’= A + a  A = A’ – a A = 2 – (-2 ) = 4 Bây giờ ta giả sử rằng có 1 trong 4 Symbol trên bị sai. ... tán rải rác trên khắp 4 x 27 = 108 khung, theo chu kỳ 4 khung và thời trễ tăng theo cấp số cộng. (5) Sau đó, người ta đưa vào thêm 4 ký tự cân bằng P của mã Solomon để hình thành một khung...
  • 9
  • 403
  • 3
Giáo trình truyền hình số - Chương 5 pps

Giáo trình truyền hình số - Chương 5 pps

... mạng ATM/SDH/SONET TRUYỀN HÌNH CÁP DIGITAL I. Tổng quát hệ thống truyền hình cáp Digital : Truyền hình số truyền hình có chất lượng cao thỏa mãn được nhu ... src="data:image/png;base 64, 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 148 eKbb7752muvTUxMhJV827Ztq5UKtrCq8p/+6Z/efvvtsBG5p6fn0Ucf/exnP3vfffeJg7X9kUst6kMXPSlVrCE4kslk4n1BtAUvqPRWdpujo6MPP/xwNptdwm1W4cWMbz9W9nTUVY/giYmJ48ePp9PpO+ 644 7HHHvuP//iPF154YWpq6tq1a8PDw319fZ2dnTXRwNra2rp58+bdu3cPDw9ns9nLly9/6Utfevvtt9Pp9G/8xm888sgjw8PDYZsyFNPc3Nzf3x9PFcoEgEjNR8C5ubmxsbG9e/emUql0Ov32229HsW9oaGjr1q110NOio6Ojr68vioOPPvroK6+80tbWdtdddx0+fDh8nBHyHTx4UCEAUFcRMEp+v/Ebv/HYY4995CMfGR8fv3379vDwcH3EvoQ4uHv37nPnzt24ceO11177j//4j3Q6LQtSUHNzc/R3d3e3AgEgUntPlU1MTLz88svHjh1rb2/ftWvX+Ph4Z2dnA565NWvWbN68efPmzQMDA++8886rr76aTqfDMtm1a5dRZgiNjIyUHv6ixuINGzbE42OJMplMOKBdscfXou2X/nxbtM0FrRV/u+p5lm6Rxbscmw3XXdr9AWpGtkZMTU2FsS8Igr17 946 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 /4+ GW84s0OtiCBRvfWs4p+8pXvuKbEzQEV0Ul1qFDhz760Y92dnaeOHFCtd8iTU1NHTp0KAiCzs7OCxcu1ER55rcAxis2SnkALrnGqOzrP9xyDdUCJq+SUNkWhYbk9sqRkZGCNXzxd0yIzgWPIv/s59i+ffu8B1uwIq3CtYAFDyS/HMqoBQy3nJBZC175BYsiNDAwoFIHtYCNdjqq63yE4S8KK87QErp9+/aJEyfa29vb29urPFgXbFWMX6ulR8CCV3iJj8clJIzaioBREMmPBfOGrVQqVUqYSIiAUWkXXCZ /4/ nPt5UeTPMbNxOukOWOgMXidXKDeCkRsGBLdynNwckfGXd0REARcIXDX29vr/BXgSD40Y9+tGqDYE44iG 540 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 243 fAUu6SC7rtFnzr/v7++P8ODAwU27f4vfjmzZvJ2wlt3 749 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 347 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 546 6231CdTSW+++WbYdYtaUT2DkBebLC5/bAhFClDQLyPg9u3bX3/9dcVBJb322mu/93u/pxxqSPTs2iLTVZR7osqw+AZLHCur4GRx0R5W+cAr0fF6HBBY4Qi4adOm8+fPz83NKREqY3Z2dmJi4jOf+YyiqBWTk5OpX1mqKFlQieOc508WFx9rsKomhSsoKsxFThgAsKgI2NHREQTB+++/r0SojLfeequ9vT2cooeacOnSpfAJkr179y5mO7du3YrSz0MPPRS9PjAwEL5YYt/2rq6u7du3x1Ppww8/HP1dSj3lQhPtUiXg0N69e8PyjM9lAlDpCBgEwZ49e77//e8rESrjb//2b3ft2qUcakjUervICrYf/ehH0fPI8QELNm7cGL64f//+EjcVn8wtPsbniy++WMrq+f1Clnb5ZFExehwQWOEI+MUvfvGll15SIlTA3Nzc0aNH/+AP/kBR1JAlf2ot53G9MsbwK1bVV1vdjDwOCKxwBHzwwQevX79eN5MFU83eeeed9vb2Cs8jTpWIRnDNqU2MD3la+kztBbt9eMAAYAERsKmpSVswlfF//s//0Qpcu6pqsJWCrdLzDIivGAHiETAIgi9+8YvPPfecfsEsq9nZ2ZMnTz711FOKooaUXi2XLD7gS34GisaIKf3xuISNNGDxApQZATdv3tze3v7OO+8oF5bPK6+8kk6nw07oNJoSB3xZ0ONxOZmvOucFBqjqCBgEwde+9rWCsx3DUnn++ef/6q/+Sjk0uILP8C1Jeis4jToA80TAL33pS+Pj41euXFE0LIexsbFsNvu5z31OUTSmYn1B8tNb6QMmR9sMaVQFKCcCrlmz5tChQ88++6yiYTns2rXryJEjTU1NiqK25E/pViXyZ5OroWH2oqpQQwMCKx8BgyB46qmnTp48qSKQJTc2NjYxMfHoo48qipqzJGPXxeNasTbfKBWVOGdG/sOFNTTMXlQVamhAoCoiYEdHxxNPPKEikCW3a9euQ4cOrVmzRlE0pnhcK/bEXpSKSpwmLqcVOGTWXYByImAQBH/1V3+lIpClFVYBlj73F8yr2GN/Zt0FKDMCdnR07N27V0UgS2Vubm7Xrl0nTpxQBdjI4jV2qSKiZb761a/Ou8H4I3TxLsZHjhxR2gDlRMAgCP7yL//y5MmTY2NjyojFe/XVV6empnbu3KkoWELxR+gOHjwYpcDTp08rHIAyI+CaNWuOHTv22GOPmSyERZqdnX3yySf/5m/+Rkfg2hXV0pW9hfyuu4tcJacVuLm5OT7QTK0MDbP4ggVY4ggYBMGf/MmftLa2fuMb31BMLMYf/dEf/e7v/u7WrVsVRe3K/krZWyhxXpDSV4m3AodD1cQni6uVYVYWX7AASx8Bm5qaTpw4sWfPnunpaSVFecbGxk6ePHny5ElF0eCOHDmSWoggsVPw5OTk0aNHo4UfeuihKAuG6x49evTWrVvJu7TQGjg1dkA9madhrrOzs7e3t6+v7wc/+IFWPBZqdnb2scceO3bsWGtrq9JocG+88Ub4R39/f8GpQeK6u7tTqdT+/fuffvrpggsMDAxENWf9/f2rV68O/+7q6spms6lUKpvNPvPMM4ODgwnvstC6N3V1QD1JzfulNjc3t3bt2q997Wu7d+9WXixIX1/f1NTU+fPnFcV/feRSqVpMElHV18jISLy9tUSZTKalpaX0LYSVbdlsdmZmpuAIgvGquJxl9u3bd/To0bCQk4t6QQc1Ojoa9VZeqjO4HNt0MeOCocTTsWrehZqamv7u7/5uz 549 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 348 eN79uw5c+aMKYAb1ujoaClNsUEQXL16NfyjjNHCH3rooWj1sjNTfAu3bt2Kty8vaN+K7UzZBegqou61t7f/9V//tTtFnUfA0IEDB+68884tW7acOHFC3q9Lc3Nz+/fv/853vnPhwgVBvwGNjIwstGE3Z6KOBVm9evViVp93Bxa08SXZmYJF6rqiLvX29r788str1qxRFA0RAYMg2L1792//9m9v2bLlgw8+ePbZZ80SW09mZ2d37Njxz//8zxMTE+Z/a3CnTp0qsRaQYgWoEKhXKv9qRSqbzS75RsOOop/85CeHh4dlhfowMTHxuc997oEHHvjhD38o2S/qI5dalg9dJfc//KOmj0IxuphZQleuXIk6Be/du3dgYKDgbcIFU22f31XLsd3W1tbJycnW1tZ0Om1MyDpw/PjxdDr9ta997fz58/IfAPna29vHx8eHhobcJmrFqmXablNT0/Dw8MDAwJYtWw4fPmzs6Bo1Ozv7yCOP/MVf/MX4+LjJ3whiz67p0FC2qOg8CEjd2Lt37+TkZGdnp6IQAX+pr6/v8uXLL7300saNG80YXXPOnj27fv361tbWS5cu+WATqulB7BQmLIeOjg6Vf7WoEg3zYTfSo0ePnjhxYufOna6S6jc7O/tHf/RHJ0+e1Ll76T9ytf80jMcBFWDdXMy4YBr5dKyqwNs0NTUNDQ2Nj4/v379fdWD1Cyv/pqampqam5D/yRXPaZjIZpbFQUaGZGhhYWasq9k6dnZ2Tk5Pd3d3r1q3zdGB1mp6efuSRRz7/+c8PDAycP39eb24Kiua0vXjxotJYqKjQanpqYEAEXJiwOvDy5cvf+9731q5de/bsWSegSszNzR0/frytra21tfXGjRsq/0gQjQhocLsyRIVmYEVgZa1Mw/zc3Nyrr7769NNPd3Z2vvzyyx0dHc7ECjp79uxXvvKV1tbWl156yZwfy/6Rq4unYfbt2xdOuevJnjIugCAI+vv7BwcHXcz49mMFT8eqFXnjpqamvr6+S5cu3X///evWrevv75+dnXU+Km9iYuJTn/rUl7/85YGBgXfffVf+o0QHDx4M/zA0zIJExRUVIMBKWbWC771mzZqwXXhqauqOO +44 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 740 33vjJT34yMTERvt7T09Pa2rpp06bt27cHQfCXf/mX4esdHR3lvUv4R5gsf/7zn58+fToIgieffDL61ujq6tq8efNv//Zv33333eW9C42mubl5cHBwx44d3d3d4SsqAqkq165dUwggAlaL6enpf/iHf/jHf/zH//f//t/58+eDIEin0w888MD27dt379599913f+xjH2tqWuJCiCJd9Mfu3buDIBgeHp6bm/vwww/DGHr69OlvfvObYQzt6en5n//zf/7O7/zO/fffLxGS4KGHHor/U0UgACLgL125cuXtt99 +44 03vv3tbwdB0NnZ2d3d/aUvfenll19ejsC3sOJuauro6Ojo6Ni8eXNfX1+0w++99 94/ 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 945 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 14+ 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 243 e5oNDo4OAhTlMtAb8hV5ubmWlpahoaG0HVKTAXSH7SlpWV2dtYikX0anM261pVqO+oeo 848 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 949 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áp ... src="data:image/png;base 64, iVBORw0KGgoAAAANSUhEUgAAA1YAAAOwCAIAAACyI3KjAAAACXBIWXMAABYlAAAWJQFJUiTwAAAgAElEQVR42uzdf2wc12En8FmBBQTIBUg3ZGg4OlOxcIjtcKMqDeyTdAjp0kGrSLCK2IpJAwaStEXVSqJq5Q/DOciSULf+w9SRki4OYrQGAohKHAeRYUlJK7mk70QjRgtXIRu7KKxIEV1IINtwgYiQABHd+2OS6WR/DJdLcrk/Pp+/qNXM7Myb2Z3vvjfvvVQ2mw0AYKWlUqlGPvz29vZr1665DKiYJkUAQJVo5FqJBk/AVN4qRQAAIAICACACAgAgAgIAIAICACACAgAgAgIAIAICACACAgAgAgIAIAICACACAgBQliZFAJVkJnjqRnt7+7Vr15QDiIBASbLZrELA7xlgZWkIBgAQAQGgHmUymdFfKbbM6OhoKpVKpVL79u3LZDL5/5uwLtSWlDYpqOhHLuVDh4t5ZT4do6Oj3d3d4d8F32jfvn1DQ0PxV2ZmZpqbm+N7GCzbsxy+HKgwtYAANIRTp05Ffxes4cvJf0EQtLS0KDdEQACoYWHC6+/vD4Lg4sWLOf8bVhD29/dns9lsNjszMxNFQ0WHCAgAtW3Hjh35L0aVgoODg+Efzc3NIyMjigsREABqWE5lXvRQYCisFMzJfBs2bMhfEkRAAKgxIyMjXV1dJS4c7wgC9cfQ0ADUv3hfkFAmk5k35GkLpo6pBQSg/oV9QcK23WI9QvJ1dXWVXmsIIiAAVKOw2i+/R0j02F/+YDEgAgJATSo4sEu8n0fUItzS0iIFIgICQP2IHuwr2LYb/W9LS0vB2eFABASAWpLfFyQUz3ldXV3hM4JBEAwNDbW0tBgUGhEQAGpY2BckXvkX1vnl9AgZHByMUmAQBN3d3fv27VN6iIAAUOcGBwdnZmbi1YHqAqlXqWw2qxSgch+5lA8dLuaKfjpGR0fDnh/xQf5OnToVVg0We8dorfgyqVQqYRVfDtQWQ0MD0BAWNNVbV1fXzMxMS0tLUNog0lBzNAQDUM+K9QUJJfT8jWJfKYNIQ81RCwhAPQsbfPOnegvbgi9evNjV1VWshXdkZGRBdYcgAgLAyosq+QqOBTg0NHTq1ClTwNGYNAQDULfCNtz4UC+RcFK4sI4wpPMvIiAA1I/8SYGD2KN+QaFm4lDyc4RQ03RBh8p+5Iz7gIu5gp+O8CG/kZGRgq290f8Gv+ovPDMzE0XDTCYT9gg2KAx1SS0gAHWu2NN++bMGHzx4MHx8MJPJHDx4MCjSiEx5GZfqcdddd/nNAbVdcQJ1czEv+Qaj4Z2Tx3/u7+8fHByMjwUdF68XVAvoAOvpdKgFBKA+hZEuoRov3iOkq6srf8n+/n6DQlOvDAoDQH0K23nDnFdQc3NzvCPI4ODgjh07orrA/CcIi/UagVqkVhYq+5HTFIKL2aejIQ/ft1+1nQ4NwQAADUcEBAAQAQEAEAEBABABAQAQAQEAEAEBABABAQAQAQEAEAEBABABAQAQAQEAEAEBABABAQAQAQEAEAGh1qVKMDo6qqCSS28Ji0ixAyIgUBUefvjhVCqVyWQURa0TKwEREFiYlpYWKbCm7du3TyEAIiAgBTaQ0dHRoaEh5QCIgECZKVAh1JxMJvPwww8rB2BZNSmCYqanp2dnZ4MgeO+996KqlJ///OdjY2Pzrrt58+Y777wz/Lu5ufn+++8PgqC1tXXNmjUKlgobHR3t6upSDjXk4sWLjXng7e3tqVSqYc97e3u7ix8RsKKuXLnyi1/8YmJiIox3//7v/37+/Pn4Ar29vdHfmzZt2r59+7zb/PnPf3769OnonydPnoz/b09Pz0c+8pFwO5s2bVqzZk1ra6sTwYKMjIwUDHaZTOZv/uZv9u/fH73S3d2dzWaVGNXv2rVrCgFEwOUyPT39r//6rz/72c/eeOONn/zkJxMTE+Fvr+7u7tbW1u3bt99zzz0vv/xyEAQf+9jHmprKL5/du3dHfw8PDwdBMDs7Oz09HfyqWjHMiE8++WSUC++7776HHnqos7Pz4x//uPpCytPc3Pz0009fvXo1/iSZikAAGi4Czs7O/vSnP33rrbfGxsa+/e1vB0GQTqcfeOCB7du37969++677+7o6KjMnqxZsyYMduE79vX1helwbm7uww8/fO+9937605+ePn16//79169fb29v7+rq2r59+6ZNmxYZRmlAg4ODQRBEKfDUqVMiIABxqbpsIZqdnb 148 eKbb7752muvTUxMhJV827Ztq5UKtrCq8p/+6Z/efvvtsBG5p6fn0Ucf/exnP3vfffeJg7X9kUst6kMXPSlVrCE4kslk4n1BtAUvqPRWdpujo6MPP/xwNptdwm1W4cWMbz9W9nTUVY/giYmJ48ePp9PpO+ 644 7HHHvuP//iPF154YWpq6tq1a8PDw319fZ2dnTXRwNra2rp58+bdu3cPDw9ns9nLly9/6Utfevvtt9Pp9G/8xm888sgjw8PDYZsyFNPc3Nzf3x9PFcoEgEjNR8C5ubmxsbG9e/emUql0Ov32229HsW9oaGjr1q110NOio6Ojr68vioOPPvroK6+80tbWdtdddx0+fDh8nBHyHTx4UCEAUFcRMEp+v/Ebv/HYY4995CMfGR8fv3379vDwcH3EvoQ4uHv37nPnzt24ceO11177j//4j3Q6LQtSUHNzc/R3d3e3AgEgUntPlU1MTLz88svHjh1rb2/ftWvX+Ph4Z2dnA565NWvWbN68efPmzQMDA++8886rr76aTqfDMtm1a5dRZgiNjIyUHv6ixuINGzbE42OJMplMOKBdscfXou2X/nxbtM0FrRV/u+p5lm6Rxbscmw3XXdr9AWpGtkZMTU2FsS8Igr17 946 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 /4+ GW84s0OtiCBRvfWs4p+8pXvuKbEzQEV0Ul1qFDhz760Y92dnaeOHFCtd8iTU1NHTp0KAiCzs7OCxcu1ER55rcAxis2SnkALrnGqOzrP9xyDdUCJq+SUNkWhYbk9sqRkZGCNXzxd0yIzgWPIv/s59i+ffu8B1uwIq3CtYAFDyS/HMqoBQy3nJBZC175BYsiNDAwoFIHtYCNdjqq63yE4S8KK87QErp9+/aJEyfa29vb29urPFgXbFWMX6ulR8CCV3iJj8clJIzaioBREMmPBfOGrVQqVUqYSIiAUWkXXCZ /4/ nPt5UeTPMbNxOukOWOgMXidXKDeCkRsGBLdynNwckfGXd0REARcIXDX29vr/BXgSD40Y9+tGqDYE44iG 540 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 243 fAUu6SC7rtFnzr/v7++P8ODAwU27f4vfjmzZvJ2wlt3 749 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 347 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 546 6231CdTSW+++WbYdYtaUT2DkBebLC5/bAhFClDQLyPg9u3bX3/9dcVBJb322mu/93u/pxxqSPTs2iLTVZR7osqw+AZLHCur4GRx0R5W+cAr0fF6HBBY4Qi4adOm8+fPz83NKREqY3Z2dmJi4jOf+YyiqBWTk5OpX1mqKFlQieOc508WFx9rsKomhSsoKsxFThgAsKgI2NHREQTB+++/r0SojLfeequ9vT2cooeacOnSpfAJkr179y5mO7du3YrSz0MPPRS9PjAwEL5YYt/2rq6u7du3x1Ppww8/HP1dSj3lQhPtUiXg0N69e8PyjM9lAlDpCBgEwZ49e77//e8rESrjb//2b3ft2qUcakjUervICrYf/ehH0fPI8QELNm7cGL64f//+EjcVn8wtPsbniy++WMrq+f1Clnb5ZFExehwQWOEI+MUvfvGll15SIlTA3Nzc0aNH/+AP/kBR1JAlf2ot53G9MsbwK1bVV1vdjDwOCKxwBHzwwQevX79eN5MFU83eeeed9vb2Cs8jTpWIRnDNqU2MD3la+kztBbt9eMAAYAERsKmpSVswlfF//s//0Qpcu6pqsJWCrdLzDIivGAHiETAIgi9+8YvPPfecfsEsq9nZ2ZMnTz711FOKooaUXi2XLD7gS34GisaIKf3xuISNNGDxApQZATdv3tze3v7OO+8oF5bPK6+8kk6nw07oNJoSB3xZ0ONxOZmvOucFBqjqCBgEwde+9rWCsx3DUnn++ef/6q/+Sjk0uILP8C1Jeis4jToA80TAL33pS+Pj41euXFE0LIexsbFsNvu5z31OUTSmYn1B8tNb6QMmR9sMaVQFKCcCrlmz5tChQ88++6yiYTns2rXryJEjTU1NiqK25E/pViXyZ5OroWH2oqpQQwMCKx8BgyB46qmnTp48qSKQJTc2NjYxMfHoo48qipqzJGPXxeNasTbfKBWVOGdG/sOFNTTMXlQVamhAoCoiYEdHxxNPPKEikCW3a9euQ4cOrVmzRlE0pnhcK/bEXpSKSpwmLqcVOGTWXYByImAQBH/1V3+lIpClFVYBlj73F8yr2GN/Zt0FKDMCdnR07N27V0UgS2Vubm7Xrl0nTpxQBdjI4jV2qSKiZb761a/Ou8H4I3TxLsZHjhxR2gDlRMAgCP7yL//y5MmTY2NjyojFe/XVV6empnbu3KkoWELxR+gOHjwYpcDTp08rHIAyI+CaNWuOHTv22GOPmSyERZqdnX3yySf/5m/+Rkfg2hXV0pW9hfyuu4tcJacVuLm5OT7QTK0MDbP4ggVY4ggYBMGf/MmftLa2fuMb31BMLMYf/dEf/e7v/u7WrVsVRe3K/krZWyhxXpDSV4m3AodD1cQni6uVYVYWX7AASx8Bm5qaTpw4sWfPnunpaSVFecbGxk6ePHny5ElF0eCOHDmSWoggsVPw5OTk0aNHo4UfeuihKAuG6x49evTWrVvJu7TQGjg1dkA9madhrrOzs7e3t6+v7wc/+IFWPBZqdnb2scceO3bsWGtrq9JocG+88Ub4R39/f8GpQeK6u7tTqdT+/fuffvrpggsMDAxENWf9/f2rV68O/+7q6spms6lUKpvNPvPMM4ODgwnvstC6N3V1QD1JzfulNjc3t3bt2q997Wu7d+9WXixIX1/f1NTU+fPnFcV/feRSqVpMElHV18jISLy9tUSZTKalpaX0LYSVbdlsdmZmpuAIgvGquJxl9u3bd/To0bCQk4t6QQc1Ojoa9VZeqjO4HNt0MeOCocTTsWrehZqamv7u7/5uz 549 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 348 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 +44 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 740 33vjJT34yMTERvt7T09Pa2rpp06bt27cHQfCXf/mX4esdHR3lvUv4R5gsf/7zn58+fToIgieffDL61ujq6tq8efNv//Zv33333eW9C42mubl5cHBwx44d3d3d4SsqAqkq165dUwggAlaL6enpf/iHf/jHf/zH//f//t/58+eDIEin0w888MD27dt379599913f+xjH2tqWuJCiCJd9Mfu3buDIBgeHp6bm/vwww/DGHr69OlvfvObYQzt6en5n//zf/7O7/zO/fffLxGS4KGHHor/U0UgACLgL125cuXtt99 +44 03vv3tbwdB0NnZ2d3d/aUvfenll19ejsC3sOJuauro6Ojo6Ni8eXNfX1+0w++99 94/ 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 945 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 14+ 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 243 e5oNDo4OAhTlMtAb8hV5ubmWlpahoaG0HVKTAXSH7SlpWV2dtYikX0anM261pVqO+oeo 848 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 949 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áp...
  • 41
  • 697
  • 6
Giáo trình truyền hình số - Chương 2 ppt

Giáo trình truyền hình số - Chương 2 ppt

... tự hiện tại. Trên dải tần của một kênh truyền hình có thể phát một kênh chương trình truyền hình độ phân giải cao HDTV hoặc nhiều chương trình truyền hình có độ phân giải thấp hơn. Có dung ... tần số sóng mang OFDM. Trang 3 II/ TRUYỀN HÌNH SỐ THEO TIÊU CHUẨN DIBEG Tiêu chuẩn truyền hình số mặt đất DiBEG (Digital Broadcasting Expert Group – Nhóm chuyên gia truyền hình số) ... dòng truyền tải Mpeg -2 . Nhiệm vụ của mã hoá kênh là làm cho tín hiệu truyền dẫn phát sóng phù hợp với kênh truyền. Trong truyền hình số mặt đất mã được sử dụng là mã Reed-Solomon. Mã Reed-Solomon...
  • 12
  • 555
  • 7
Giáo trình truyền hình số - Chương 1 potx

Giáo trình truyền hình số - Chương 1 potx

... Việc chấm dứt truyền hình tương tự và phát triển truyền hình số đòi hỏi phải đầu tư mới máy thu hình số, máy phát hình số, các thiết bị sản xuất và hậu kỳ số cho chương trình truyền hình, Điều ... thu hình, Nhờ có kỹ thuật nén, có thể phát sóng nhiều chương trình truyền hình trên một kênh sóng (truyền hình tương tự phát sóng 1 chương trình /1 kênh sóng) . 1/tiêu chuẩn truyền hình số: ... Hình 1.2n : Ghép kênh dòng chương trình Một dòng chương trình được biểu thị bằng 1 số liệu trong bảng kết hợp chương trình, như vậy nhận diện một chương trình cũng như nội dung chương trình...
  • 14
  • 318
  • 2
Giáo trình kỹ thuật số : Chương 4 part 2 docx

Giáo trình kỹ thuật số : Chương 4 part 2 docx

... 1000011110FACDBCD2039K-map 4 biến: nhóm 80000111111110000ABCD00 01 11 1000011110FB 40 K-map 4 biến: nhóm 81111111100000000ABCD00 01 11 1000011110FA21 41 K-map 4 ... … 24 YYXX1100XYYXX1010YK-map 2 biến: nhóm 2YYX X0101YYYX X0011X1835K-map 4 biến: nhóm 4 0010001000100010ABCD00 01 11 1000011110FCD36K-map 4 biến: nhóm 4 0000011001100000ABCD00 ... C01010000A C10100000A C1937K-map 4 biến: nhóm 4 1100000000001100ABCD00 01 11 1000011110FBC38K-map 4 biến: nhóm 4 1001000000001001ABCD00...
  • 11
  • 446
  • 1
Giáo trình kỹ thuật số : Chương 4 part 4 docx

Giáo trình kỹ thuật số : Chương 4 part 4 docx

... with TTL74HCT0274HCTSilicon-gate, high-speed, pin-compatible and electrically compatible with TTL74HC0274HCSilicon-gate, pin-compatible with TTL, high-speed74C0274CMetal-gate, pin-compatible ... trường (MOSFET) 74 Cổng NOT bipolar và unipolar3977Họ CMOS (Bảng 4- 2 ) 74ACT0274ACTAdvanced-performance CMOS, not pin but electrically compatible with TTL74AC0274ACAdvanced-performance CMOS, ... VUndefinedRegion2.0 VHIGHHIGH2 .4 V0.8 VLOW0 .4 VLOW80Mức nhiễu TTLMức nhiễu (0 .4 V)Mức nhiễu (0 .4 V)Maximum 5.0 V 4. 0 V3.0 V2.0 V1.0 VMinimum 0.0 VInputVoltage5.0 V Maximum 4. 0 V3.0 V2.0 V1.0...
  • 11
  • 379
  • 1
Giáo trình thông tin số - Chương 4 Truyền tin số qua kênh băng thông dải pptx

Giáo trình thông tin số - Chương 4 Truyền tin số qua kênh băng thông dải pptx

... bit-bit 41 Chương 4 Truyền tin số qua kênh băng thông dải 4. 1 Phân loại kỹ thuật điều chế 4. 2 Điều chế đồng bộ nhị phân 4. 3 Điều chế đồng bộ vuông pha 4. 4 Điều chế không đồng bộ 4. 5 ... )2cos(2cos2)(1tftTTtcbbππφ⎟⎟⎠⎞⎜⎜⎝⎛= 0≤t≤Tb (4. 46) )2sin(2sin2)(2tftTTtcbbππφ⎟⎟⎠⎞⎜⎜⎝⎛= 0≤t≤Tb (4. 47) Tín hiệu MSK viết lại là: )()()(2211tststsφφ+= với (4. 48) Hình 4. 11 Sơ dò không ... pha 4. 6 Điều chế hạng M 4. 7 Phổ công suất 4. 8 Hiệu suất độ rộng băng 4. 9 Ảnh hương của ISI và mô phỏng trên máy tính 4. 10 Kỹ thuật đồng bộ 4. 1 Phân loại kỹ thuật điều chế sóng mang số. ...
  • 38
  • 506
  • 2
Giáo Trình Kỹ thuật số - Chương 4

Giáo Trình Kỹ thuật số - Chương 4

... TTL74HCT0274HCTSilicon-gate, high-speed, pin-compatible and electrically compatible with TTL74HC0274HCSilicon-gate, pin-compatible with TTL, high-speed74C0274CMetal-gate, pin-compatible with TTL 40 01 (NOR )40 Metal-gate ... củacáctíchở trên. 44 Ví dụ 4- 4 J LJ K JKLM = F(J,K,L) = J L + J K + J K L10110001LLJ K J KJ K012367 4 5J KM3263Cổng EX-NOR 64 Ví dụ 4- 1 1Sử dụng cổng EX-NOR để đơngiảnmạchlogic ... (Bảng 4- 2 ) 74ACT0274ACTAdvanced-performance CMOS, not pin but electrically compatible with TTL74AC0274ACAdvanced-performance CMOS, not pin or electrically compatible with TTL74HCT0274HCTSilicon-gate,...
  • 44
  • 1,223
  • 7

Xem thêm

Từ khóa: giáo trình truyền hình số mặt đấtgiáo trình truyền hình kỹ thuật sốgiáo trình cung cấp điện chương 4giáo trình quản trị học chương 4giáo trình truyền hìnhgiáo trình truyền hình dương xuân sơngiáo trình truyền hình tương tựgiáo trình truyền hình vệ tinhgiáo trình truyền hình cápgiáo trình truyền thông sốgiao trinh marketing can ban chuong 4giáo trình marketing căn bản chương 4giao trinh con trung hoc chuong 4chương trình truyền hình giáo dụcngười dẫn chương trình truyền hình 2013 chung kết 4Nghiên cứu tổ hợp chất chỉ điểm sinh học vWF, VCAM 1, MCP 1, d dimer trong chẩn đoán và tiên lượng nhồi máu não cấpMột số giải pháp nâng cao chất lượng streaming thích ứng video trên nền giao thức HTTPNghiên cứu vật liệu biến hóa (metamaterials) hấp thụ sóng điện tử ở vùng tần số THzNghiên cứu tổ chức chạy tàu hàng cố định theo thời gian trên đường sắt việt namGiáo án Sinh học 11 bài 13: Thực hành phát hiện diệp lục và carôtenôitĐỒ ÁN NGHIÊN CỨU CÔNG NGHỆ KẾT NỐI VÔ TUYẾN CỰ LY XA, CÔNG SUẤT THẤP LPWANPhối hợp giữa phòng văn hóa và thông tin với phòng giáo dục và đào tạo trong việc tuyên truyền, giáo dục, vận động xây dựng nông thôn mới huyện thanh thủy, tỉnh phú thọPhát hiện xâm nhập dựa trên thuật toán k meansNghiên cứu, xây dựng phần mềm smartscan và ứng dụng trong bảo vệ mạng máy tính chuyên dùngNghiên cứu tổng hợp các oxit hỗn hợp kích thƣớc nanomet ce 0 75 zr0 25o2 , ce 0 5 zr0 5o2 và khảo sát hoạt tính quang xúc tác của chúngNghiên cứu khả năng đo năng lượng điện bằng hệ thu thập dữ liệu 16 kênh DEWE 5000Thiết kế và chế tạo mô hình biến tần (inverter) cho máy điều hòa không khíQuản lý nợ xấu tại Agribank chi nhánh huyện Phù Yên, tỉnh Sơn La (Luận văn thạc sĩ)Tranh tụng tại phiên tòa hình sự sơ thẩm theo pháp luật tố tụng hình sự Việt Nam từ thực tiễn xét xử của các Tòa án quân sự Quân khu (Luận văn thạc sĩ)chuong 1 tong quan quan tri rui roGiáo án Sinh học 11 bài 14: Thực hành phát hiện hô hấp ở thực vậtGiáo án Sinh học 11 bài 14: Thực hành phát hiện hô hấp ở thực vậtĐổi mới quản lý tài chính trong hoạt động khoa học xã hội trường hợp viện hàn lâm khoa học xã hội việt namTÁI CHẾ NHỰA VÀ QUẢN LÝ CHẤT THẢI Ở HOA KỲQUẢN LÝ VÀ TÁI CHẾ NHỰA Ở HOA KỲ